2000
DOI: 10.1063/1.481640
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Rotational isomeric state chains on a high coordination lattice: Dynamic Monte Carlo algorithm details

Abstract: A high coordination lattice model for simulating coarse-grained rotational isomeric state ͑RIS͒ chains has been under development recently. Initially, the model was developed for chains with symmetric torsional potential energy functions, E()ϭϪE(). A single-bead move Monte Carlo algorithm was used and found to be effective in simulating polyethylene chains. A modification was subsequently developed to allow for the simulation of chains with an asymmetric torsional potential, E() ϪE(). The single-bead move Mont… Show more

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Cited by 57 publications
(45 citation statements)
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“…[64] The introduction of multiple-bead crankshaft-type Monte Carlo moves led to a significant acceleration for nonsymmetric potentials. [65] Meanwhile, the method has been extended to different topologies (diffusion of linear versus cyclic polyethylene), [66] geometries (polyethylene films rather than bulk) [67] and processes (structure formation upon cooling). [68] …”
Section: B)mentioning
confidence: 99%
“…[64] The introduction of multiple-bead crankshaft-type Monte Carlo moves led to a significant acceleration for nonsymmetric potentials. [65] Meanwhile, the method has been extended to different topologies (diffusion of linear versus cyclic polyethylene), [66] geometries (polyethylene films rather than bulk) [67] and processes (structure formation upon cooling). [68] …”
Section: B)mentioning
confidence: 99%
“…19 Normalizing over all 672 () 4 × 4 × 42) orientations on the high coordination lattice yields a perturbation which lowers the energy of the 2nd shell by ∼13.l9 kJ/mol in the case where the phenyl rings are pointing away from each other and increases the energy by ∼37.96 kJ/mol when the rings are pointed directly at each other. To invoke a neutral interaction for the former case, the perturbation is scaled by a factor of 0.87.…”
Section: Methodsmentioning
confidence: 99%
“…The coarse-grained 2nnd lattice method was applied in the same manner as done previously for polypropylene 12,19 and poly(vinyl chloride). 20 The local intrachain interactions were controlled by the rotational isomeric state model described by Yoon et al 21 for polystyrene, which was mapped onto the coarse-grained chains on a high coordination lattice.…”
Section: Methodsmentioning
confidence: 99%
“…Equilibration uses single bead moves 37 and pivot moves of 2-6 beads. 38 A Monte Carlo step (MCS) is the length of the simulation that attempts one move, on an average, for each bead and each type of move.…”
Section: Methods and Simulation Detailsmentioning
confidence: 99%